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EasyDeep Learningdl-021

Temperature Softmax

Problem

Compute softmax with temperature: softmax(logits / temperature), computed stably by subtracting the maximum scaled logit before exponentiating.

The signature is temperature_softmax(logits, temperature). Assume temperature > 0. The returned probabilities sum to 1.0.

Hint

Divide the logits by the temperature first, then run stable softmax.

Test cases

case 1
in: [[1,2,3],1]
expected: [0.0900305732,0.2447284711,0.6652409558]
case 2
in: [[1,1],0.5]
expected: [0.5,0.5]
case 3
in: [[0,0,0],100]
expected: [0.3333333333,0.3333333333,0.3333333333]
case 4
in: [[2,0],2]
expected: [0.7310585786,0.2689414214]
case 5
in: [[1,2],0.1]
expected: [0.0000453979,0.9999546021]
Starter codePython
import math
def temperature_softmax(logits, temperature):
    # Your code here
    pass

5 test cases · run your code against them in the editor